IXL skill plan | Geometry plan for the Virginia NWEA MAP® Growth™ (2024)

Skill plan for the Virginia NWEA MAP^® Growth™ (2024) - Geometry

IXL provides skill alignments with recommended IXL skills for every student. Find the IXL skills that are right for you below!

Topic

Reasoning, Lines and Transformations
Triangles
Polygons, Circles, and Three-Dimensional Figures

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Reasoning, Lines and Transformations
RIT Score: Less than 221
Symmetry and Transformations		Coordinate plane 1. Describe the coordinate plane 2. Quadrants 3. Graph points on a coordinate plane: integers only 4. Objects on a coordinate plane 5. Coordinate planes as maps 6. Area and perimeter of squares and rectangles on the coordinate plane Distance 7. Distance between two points: integers only Polygons 8. Identify and classify polygons 9. Graph triangles and quadrilaterals 10. Line symmetry
Symmetry and Transformations
Coordinate plane 1. Describe the coordinate plane 2. Quadrants 3. Graph points on a coordinate plane: integers only 4. Objects on a coordinate plane 5. Coordinate planes as maps 6. Area and perimeter of squares and rectangles on the coordinate plane Distance 7. Distance between two points: integers only Polygons 8. Identify and classify polygons 9. Graph triangles and quadrilaterals 10. Line symmetry
RIT Score: 221–230
Reasoning and Lines		1. Identify complementary, supplementary, vertical, adjacent, and congruent angles 2. Find measures of complementary, supplementary, vertical, and adjacent angles 3. Write and solve equations using angle relationships
Reasoning and Lines
1. Identify complementary, supplementary, vertical, adjacent, and congruent angles 2. Find measures of complementary, supplementary, vertical, and adjacent angles 3. Write and solve equations using angle relationships

Symmetry and Transformations		1. Reflections over the x- and y-axes: graph the image 2. Reflections over the x- and y-axes: find the coordinates 3. Identify reflections and translations
Symmetry and Transformations
1. Reflections over the x- and y-axes: graph the image 2. Reflections over the x- and y-axes: find the coordinates 3. Identify reflections and translations
RIT Score: 231–236
Reasoning and Lines		1. Sort polygons into Venn diagrams 2. Transversals: name angle pairs 3. Transversals of parallel lines: find angle measures 4. Transversals of parallel lines: solve for x
Reasoning and Lines
1. Sort polygons into Venn diagrams 2. Transversals: name angle pairs 3. Transversals of parallel lines: find angle measures 4. Transversals of parallel lines: solve for x

Symmetry and Transformations		1. Translations: graph the image 2. Translations: find the coordinates 3. Reflections: graph the image 4. Reflections: find the coordinates
Symmetry and Transformations
1. Translations: graph the image 2. Translations: find the coordinates 3. Reflections: graph the image 4. Reflections: find the coordinates
RIT Score: 237+
Reasoning and Lines		Venn diagrams 1. Use Venn diagrams to solve problems Logical statements 2. Identify hypotheses and conclusions 3. Counterexamples 4. Conditionals 5. Negations 6. Converses, inverses, and contrapositives 7. Biconditionals Truth tables and truth values 8. Truth tables 9. Truth values Proofs 10. Proofs involving parallel lines I 11. Proofs involving parallel lines II 12. Transversals: prove lines are parallel
Reasoning and Lines
Venn diagrams 1. Use Venn diagrams to solve problems Logical statements 2. Identify hypotheses and conclusions 3. Counterexamples 4. Conditionals 5. Negations 6. Converses, inverses, and contrapositives 7. Biconditionals Truth tables and truth values 8. Truth tables 9. Truth values Proofs 10. Proofs involving parallel lines I 11. Proofs involving parallel lines II 12. Transversals: prove lines are parallel

Symmetry and Transformations		Translations 1. Translations: write the rule Reflections and rotations 2. Rotations: graph the image 3. Rotations: find the coordinates 4. Reflections and rotations: write the rule Congruence transformations 5. Glide reflections: graph the image 6. Sequences of congruence transformations: graph the image 7. Sequences of congruence transformations: choose the sequence 8. Sequences of congruence transformations: find the rules 9. Congruence transformations: mixed review Dilations 10. Dilations: graph the image 11. Dilations: find the coordinates 12. Dilations: find the scale factor 13. Dilations: find the scale factor and center of the dilation 14. Dilations and parallel lines Symmetry 15. Line symmetry 16. Rotational symmetry 17. Draw lines of symmetry 18. Count lines of symmetry
Symmetry and Transformations
Translations 1. Translations: write the rule Reflections and rotations 2. Rotations: graph the image 3. Rotations: find the coordinates 4. Reflections and rotations: write the rule Congruence transformations 5. Glide reflections: graph the image 6. Sequences of congruence transformations: graph the image 7. Sequences of congruence transformations: choose the sequence 8. Sequences of congruence transformations: find the rules 9. Congruence transformations: mixed review Dilations 10. Dilations: graph the image 11. Dilations: find the coordinates 12. Dilations: find the scale factor 13. Dilations: find the scale factor and center of the dilation 14. Dilations and parallel lines Symmetry 15. Line symmetry 16. Rotational symmetry 17. Draw lines of symmetry 18. Count lines of symmetry

Triangles
RIT Score: Less than 221
Congruence and Similarity		1. Identify congruent figures
Congruence and Similarity
1. Identify congruent figures
RIT Score: 221–230
Relationships & Right Triangle Trigonometry and the Pythagorean Theorem		1. Pythagorean theorem: find the length of the hypotenuse 2. Pythagorean theorem: find the missing leg length 3. Pythagorean theorem: find the missing leg or hypotenuse length 4. Pythagorean theorem: find the perimeter 5. Pythagorean theorem: word problems
Relationships & Right Triangle Trigonometry and the Pythagorean Theorem
1. Pythagorean theorem: find the length of the hypotenuse 2. Pythagorean theorem: find the missing leg length 3. Pythagorean theorem: find the missing leg or hypotenuse length 4. Pythagorean theorem: find the perimeter 5. Pythagorean theorem: word problems

Congruence and Similarity		Scale drawings 1. Scale drawings of polygons 2. Scale drawings: word problems 3. Scale drawings: scale factor word problems Similar and congruent figures 4. Similar and congruent figures 5. Congruence statements and corresponding parts 6. Side lengths and angle measures of congruent figures 7. Side lengths and angle measures of similar figures 8. Similar figures and indirect measurement 9. Similarity statements
Congruence and Similarity
Scale drawings 1. Scale drawings of polygons 2. Scale drawings: word problems 3. Scale drawings: scale factor word problems Similar and congruent figures 4. Similar and congruent figures 5. Congruence statements and corresponding parts 6. Side lengths and angle measures of congruent figures 7. Side lengths and angle measures of similar figures 8. Similar figures and indirect measurement 9. Similarity statements
RIT Score: 231–236
Relationships & Right Triangle Trigonometry and the Pythagorean Theorem		1. Pythagorean theorem 2. Converse of the Pythagorean theorem
Relationships & Right Triangle Trigonometry and the Pythagorean Theorem
1. Pythagorean theorem 2. Converse of the Pythagorean theorem

Congruence and Similarity		Distance formula 1. Distance formula Congruent triangles 2. SSS and SAS Theorems 3. ASA and AAS Theorems 4. SSS, SAS, ASA, and AAS Theorems 5. SSS Theorem in the coordinate plane 6. Hypotenuse-Leg Theorem Similar figures 7. Side lengths and angle measures in similar figures 8. Similar triangles and indirect measurement 9. Angle-angle criterion for similar triangles 10. Similarity rules for triangles
Congruence and Similarity
Distance formula 1. Distance formula Congruent triangles 2. SSS and SAS Theorems 3. ASA and AAS Theorems 4. SSS, SAS, ASA, and AAS Theorems 5. SSS Theorem in the coordinate plane 6. Hypotenuse-Leg Theorem Similar figures 7. Side lengths and angle measures in similar figures 8. Similar triangles and indirect measurement 9. Angle-angle criterion for similar triangles 10. Similarity rules for triangles
RIT Score: 237+
Relationships & Right Triangle Trigonometry and the Pythagorean Theorem		Triangle relationships 1. Exterior Angle Theorem 2. Triangle Inequality Theorem 3. Angle-side relationships in triangles Trigonometric ratios 4. Trigonometric ratios: sin, cos, and tan 5. Trigonometric ratios with radicals: sin, cos, and tan 6. Trigonometric ratios: csc, sec, and cot 7. Trigonometric ratios in similar right triangles 8. Sine and cosine of complementary angles 9. Trigonometric ratios: find a side length 10. Trigonometric ratios: find an angle measure Solve a triangle 11. Special right triangles 12. Solve a special right triangle 13. Solve a right triangle
Relationships & Right Triangle Trigonometry and the Pythagorean Theorem
Triangle relationships 1. Exterior Angle Theorem 2. Triangle Inequality Theorem 3. Angle-side relationships in triangles Trigonometric ratios 4. Trigonometric ratios: sin, cos, and tan 5. Trigonometric ratios with radicals: sin, cos, and tan 6. Trigonometric ratios: csc, sec, and cot 7. Trigonometric ratios in similar right triangles 8. Sine and cosine of complementary angles 9. Trigonometric ratios: find a side length 10. Trigonometric ratios: find an angle measure Solve a triangle 11. Special right triangles 12. Solve a special right triangle 13. Solve a right triangle

Congruence and Similarity		Congruent triangles 1. Proving triangles congruent by SSS and SAS 2. Proving triangles congruent by ASA and AAS 3. Proving triangles congruent by SSS, SAS, ASA, and AAS 4. Proofs involving corresponding parts of congruent triangles 5. Proofs involving isosceles triangles Similar triangles 6. Similar triangles and similarity transformations 7. Triangle Proportionality Theorem 8. Similarity and altitudes in right triangles 9. Prove similarity statements 10. Proofs involving similarity in right triangles
Congruence and Similarity
Congruent triangles 1. Proving triangles congruent by SSS and SAS 2. Proving triangles congruent by ASA and AAS 3. Proving triangles congruent by SSS, SAS, ASA, and AAS 4. Proofs involving corresponding parts of congruent triangles 5. Proofs involving isosceles triangles Similar triangles 6. Similar triangles and similarity transformations 7. Triangle Proportionality Theorem 8. Similarity and altitudes in right triangles 9. Prove similarity statements 10. Proofs involving similarity in right triangles

Polygons, Circles, and Three-Dimensional Figures
RIT Score: Less than 221
Properties and Equations of Circles		1. Parts of a circle 2. Circumference of circles 3. Area of circles 4. Area between two circles 5. Circles: word problems
Properties and Equations of Circles
1. Parts of a circle 2. Circumference of circles 3. Area of circles 4. Area between two circles 5. Circles: word problems

Problems Involving Two- and Three-Dimensional Figures		Area of parallelograms 1. Understanding area of a parallelogram 2. Area of parallelograms Area of triangles 3. Understanding area of a triangle 4. Area of triangles 5. Area between two triangles Perimeter 6. Perimeter of triangles and parallelograms Word problems 7. Area and perimeter of rectangles and squares: word problems 8. Area of squares, rectangles, and triangles: word problems
Problems Involving Two- and Three-Dimensional Figures
Area of parallelograms 1. Understanding area of a parallelogram 2. Area of parallelograms Area of triangles 3. Understanding area of a triangle 4. Area of triangles 5. Area between two triangles Perimeter 6. Perimeter of triangles and parallelograms Word problems 7. Area and perimeter of rectangles and squares: word problems 8. Area of squares, rectangles, and triangles: word problems
RIT Score: 221–230
Theorems and Properties of Polygons		Trapezoids 1. Identify trapezoids Quadrilaterals 2. Classify quadrilaterals I 3. Classify quadrilaterals II 4. Find missing angles in quadrilaterals I 5. Find missing angles in quadrilaterals II
Theorems and Properties of Polygons
Trapezoids 1. Identify trapezoids Quadrilaterals 2. Classify quadrilaterals I 3. Classify quadrilaterals II 4. Find missing angles in quadrilaterals I 5. Find missing angles in quadrilaterals II

Properties and Equations of Circles		1. Central angles of circles 2. Area and perimeter of semicircles and quarter circles
Properties and Equations of Circles
1. Central angles of circles 2. Area and perimeter of semicircles and quarter circles

Problems Involving Two- and Three-Dimensional Figures		Perimeter 1. Perimeter of parallelograms and trapezoids Area 2. Area of trapezoids 3. Area of composite figures Surface area 4. Surface area of rectangular prisms 5. Surface area of cylinders Volume 6. Volume of cylinders 7. Volume: changes in scale Semicircles 8. Semicircles: calculate area, perimeter, radius, and diameter
Problems Involving Two- and Three-Dimensional Figures
Perimeter 1. Perimeter of parallelograms and trapezoids Area 2. Area of trapezoids 3. Area of composite figures Surface area 4. Surface area of rectangular prisms 5. Surface area of cylinders Volume 6. Volume of cylinders 7. Volume: changes in scale Semicircles 8. Semicircles: calculate area, perimeter, radius, and diameter
RIT Score: 231–236
Theorems and Properties of Polygons		Midpoint 1. Midpoints 2. Midpoint formula: find the midpoint 3. Midpoint formula: find the endpoint Angles of polygons 4. Exterior Angle Inequality 5. Interior angles of polygons 6. Exterior angles of polygons 7. Review: interior and exterior angles of polygons Properties of quadrilaterals 8. Properties of parallelograms 9. Properties of rhombuses 10. Properties of squares and rectangles 11. Properties of trapezoids 12. Properties of kites
Theorems and Properties of Polygons
Midpoint 1. Midpoints 2. Midpoint formula: find the midpoint 3. Midpoint formula: find the endpoint Angles of polygons 4. Exterior Angle Inequality 5. Interior angles of polygons 6. Exterior angles of polygons 7. Review: interior and exterior angles of polygons Properties of quadrilaterals 8. Properties of parallelograms 9. Properties of rhombuses 10. Properties of squares and rectangles 11. Properties of trapezoids 12. Properties of kites

Properties and Equations of Circles		Arcs and sectors 1. Central angles and arc measures 2. Understand arc length and sector area of a circle 3. Arc length 4. Area of sectors Circles in the coordinate plane 5. Find the center of a circle 6. Find the radius or diameter of a circle
Properties and Equations of Circles
Arcs and sectors 1. Central angles and arc measures 2. Understand arc length and sector area of a circle 3. Arc length 4. Area of sectors Circles in the coordinate plane 5. Find the center of a circle 6. Find the radius or diameter of a circle

Problems Involving Two- and Three-Dimensional Figures		1. Surface area and volume of rectangular prisms 2. Surface area of prisms and cylinders 3. Surface area of pyramids and cones 4. Volume of prisms and cylinders 5. Volume of pyramids and cones
Problems Involving Two- and Three-Dimensional Figures
1. Surface area and volume of rectangular prisms 2. Surface area of prisms and cylinders 3. Surface area of pyramids and cones 4. Volume of prisms and cylinders 5. Volume of pyramids and cones
RIT Score: 237+
Theorems and Properties of Polygons		Shapes on the coordinate plane 1. Classify quadrilaterals on the coordinate plane: justify your answer 2. Classify shapes on the coordinate plane: justify your answer Quadrilaterals 3. Review: properties of quadrilaterals Proofs 4. Proving a quadrilateral is a parallelogram 5. Proofs involving triangles and quadrilaterals 6. Proofs involving quadrilaterals
Theorems and Properties of Polygons
Shapes on the coordinate plane 1. Classify quadrilaterals on the coordinate plane: justify your answer 2. Classify shapes on the coordinate plane: justify your answer Quadrilaterals 3. Review: properties of quadrilaterals Proofs 4. Proving a quadrilateral is a parallelogram 5. Proofs involving triangles and quadrilaterals 6. Proofs involving quadrilaterals

Properties and Equations of Circles		Circle measurements 1. Circle measurements: mixed review 2. Inscribed angles 3. Determine if a point lies on a circle Equations of circles 4. Write equations of circles in standard form from graphs 5. Write equations of circles in standard form using properties 6. Find properties of circles from equations in general form 7. Graph circles from equations in standard form
Properties and Equations of Circles
Circle measurements 1. Circle measurements: mixed review 2. Inscribed angles 3. Determine if a point lies on a circle Equations of circles 4. Write equations of circles in standard form from graphs 5. Write equations of circles in standard form using properties 6. Find properties of circles from equations in general form 7. Graph circles from equations in standard form

Problems Involving Two- and Three-Dimensional Figures		Similar figures 1. Ratios in similar figures 2. Similarity statements 3. Identify similar figures 4. Perimeters of similar figures 5. Areas of similar figures 6. Prove proportions or angle congruences using similarity 7. Area and perimeter of similar figures Cross sections 8. Cross sections of three-dimensional figures Surface area 9. Surface area of spheres Volume 10. Volume of spheres 11. Volume of figures made of unit cubes 12. Volume of compound figures 13. Volume of complex prisms Similar solids 14. Similar solids: find the missing length 15. Surface area and volume of similar solids Changes in scale 16. Perimeter and area: changes in scale 17. Surface area and volume: changes in scale 18. Perimeter, area, and volume: changes in scale
Problems Involving Two- and Three-Dimensional Figures
Similar figures 1. Ratios in similar figures 2. Similarity statements 3. Identify similar figures 4. Perimeters of similar figures 5. Areas of similar figures 6. Prove proportions or angle congruences using similarity 7. Area and perimeter of similar figures Cross sections 8. Cross sections of three-dimensional figures Surface area 9. Surface area of spheres Volume 10. Volume of spheres 11. Volume of figures made of unit cubes 12. Volume of compound figures 13. Volume of complex prisms Similar solids 14. Similar solids: find the missing length 15. Surface area and volume of similar solids Changes in scale 16. Perimeter and area: changes in scale 17. Surface area and volume: changes in scale 18. Perimeter, area, and volume: changes in scale

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